Answer:
Explanation:
Step 1: Flip the equation.
6df^2 in + x2 + 2x +3find f (2)
Step 2: Add -x^2 to both sides.
6df^2 in x^2 + 2x + -x^2 = fx + -x^2
6fdf^2 in + 2x = fx - x^2
Step 3: Add -2x to both sides.
6df^2 in + 2x + -2x = f x - x^2 + -2x
6df^2 in = fx - x^2 - 2x
Step 4: Divide both sides by 6f^2in.
6df^2 in\ 6f^2 in = fx - x^2 - 2x\6f^2 in
So, thus, d = fx - x^2 - 2x\6f^2 inches hope it helped! :)